Yoonjin Lee

collaborators

3 papers

math.NT2024

The finitude of tamely ramified pro- $p$ extensions of number fields with cyclic $p$ -class groups

Yoonjin Lee, Donghyeok Lim

Let $p$ be an odd prime and $F$ be a number field whose $p$ -class group is cyclic. Let $F_{{q}}$ be the maximal pro- $p$ extension of $F$ which is unramified outside a…

cs.IT2021

Characterization of $p$ -ary functions in terms of association schemes and its applications

Yansheng Wu, Jong Yoon Hyun, Yoonjin Lee

We obtain an explicit criterion for $p$ -ary functions to produce association schemes in terms of their Walsh spectrum. Employing this characterization, we explicitly find a correla…

cs.IT2021

Further improvement on index bounds

Yansheng Wu, Yoonjin Lee, Qiang Wang

In this paper we obtain further improvement of index bounds for character sums of polynomials over finite fields. We present some examples, which show that our new bound is an impr…

The finitude of tamely ramified pro-p extensions of number fields with cyclic p-class groups

Characterization of p-ary functions in terms of association schemes and its applications

Further improvement on index bounds

The finitude of tamely ramified pro- $p$ extensions of number fields with cyclic $p$ -class groups

Characterization of $p$ -ary functions in terms of association schemes and its applications